Right? Ones and zeros, the binary code.

This is a computer program made of zeros and ones.

Now instead of ones and zeros, let's use your fingers one, two, three.

These are your ones, but you've got a few zeros thrown in.

When you're seeing these pictures, it's all ones and zeros, and when you're talking on your telephone, your cell phone, and it's going over the network, your voice is all being turned into ones and zeros and magically whizzed around.

A computer magician can write this thing. It can be compiled into zeros and ones and pronounced by a computer.

And that means your computer is going to get its ones and zeros mixed up, and that's going to crash your machine.

Ten zeros are zero.

So, when you're listening to iTunes and your favorite music, that's really just a bunch of ones and zeros playing very quickly.

Look at this screen here and, you know, you see pictures and you see words, but really all there are are ones and zeros.

And what we do in this case since it's all zeros and ones and it's a square matrix, but what we're going through and figure out.

And in theory, that means that, as a mouse feels, smells, hears, touches, you can model it out as a string of ones and zeros.

You just want to include all the non zero digits and everything in between. and and trailing zeros trailing zeros if a decimal point is involved.

And say, These ones are good ones.

A. This is indeed the identity matrix with essentially ones on the diagonals and zeros on the off diagonals, up to a numerical round off.

So we got brand new ones, shiny ones, medium ones, and very old, dark ones.

That is equal to 3 and then you have 1,2,3 zeros.

And even though there are zeros in between, those zeros are part of our measurement, because they are in between non zero digits.

And good ones.

The patient ones and the truthful ones and the devout ones and the expanders and the praying ones at early dawn for forgiveness.

And four hundred times eighty is equal to three two and three zeros.

And the Foremost Ones are the foremost ones

A one by three matrix of all zeros.

So we have to add two zeros here.

let me write this this is four zeros.

If you cut two zeros, it's much better.

You can see that these zeros line up.

If we do a 1746, and then add two zeros to it

Say, Indeed, the earlier ones and the later ones

And pure, beautiful ones,

You can just see there's a nine and a string of zeros here.

Spotted ones, striped ones.

One can classify books into good ones and bad ones.

The ones who get caught, and the ones who don't.

And the red ones are the ones, the pink ones on the bottom are the ones you didn't want to be.

And for the directed graph you could use plus ones and minus ones.

Tell them, (O Prophet) The earlier ones and the later ones

So you say, okay, 873 and I'm going to have 1,2,3,4 zeros behind it

Six tens and three ones.

And the other ones here,

Oh and these ones too.

And what are three ones?

And the silent ones unbearable

You can not divide by zeros. You take the limit.

Lined up the decimal points, include the zeros on top.